<!doctype html>
<html>
<head>
<meta charset='UTF-8'><meta name='viewport' content='width=device-width initial-scale=1'>

<link href='https://fonts.googleapis.com/css?family=Open+Sans:400italic,700italic,700,400&subset=latin,latin-ext' rel='stylesheet' type='text/css' /><style type='text/css'>html {overflow-x: initial !important;}:root { --bg-color: #ffffff; --text-color: #333333; --select-text-bg-color: #B5D6FC; --select-text-font-color: auto; --monospace: "Lucida Console",Consolas,"Courier",monospace; --title-bar-height: 20px; }
.mac-os-11 { --title-bar-height: 28px; }
html { font-size: 14px; background-color: var(--bg-color); color: var(--text-color); font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; -webkit-font-smoothing: antialiased; }
h1, h2, h3, h4, h5 { white-space: pre-wrap; }
body { margin: 0px; padding: 0px; height: auto; inset: 0px; font-size: 1rem; line-height: 1.42857; overflow-x: hidden; background: inherit; }
iframe { margin: auto; }
a.url { word-break: break-all; }
a:active, a:hover { outline: 0px; }
.in-text-selection, ::selection { text-shadow: none; background: var(--select-text-bg-color); color: var(--select-text-font-color); }
#write { margin: 0px auto; height: auto; width: inherit; word-break: normal; overflow-wrap: break-word; position: relative; white-space: normal; overflow-x: visible; padding-top: 36px; }
#write.first-line-indent p { text-indent: 2em; }
#write.first-line-indent li p, #write.first-line-indent p * { text-indent: 0px; }
#write.first-line-indent li { margin-left: 2em; }
.for-image #write { padding-left: 8px; padding-right: 8px; }
body.typora-export { padding-left: 30px; padding-right: 30px; }
.typora-export .footnote-line, .typora-export li, .typora-export p { white-space: pre-wrap; }
.typora-export .task-list-item input { pointer-events: none; }
@media screen and (max-width: 500px) {
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  #write { padding-left: 20px; padding-right: 20px; }
}
#write li > figure:last-child { margin-bottom: 0.5rem; }
#write ol, #write ul { position: relative; }
img { max-width: 100%; vertical-align: middle; image-orientation: from-image; }
button, input, select, textarea { color: inherit; font: inherit; }
input[type="checkbox"], input[type="radio"] { line-height: normal; padding: 0px; }
*, ::after, ::before { box-sizing: border-box; }
#write h1, #write h2, #write h3, #write h4, #write h5, #write h6, #write p, #write pre { width: inherit; }
#write h1, #write h2, #write h3, #write h4, #write h5, #write h6, #write p { position: relative; }
p { line-height: inherit; }
h1, h2, h3, h4, h5, h6 { break-after: avoid-page; break-inside: avoid; orphans: 4; }
p { orphans: 4; }
h1 { font-size: 2rem; }
h2 { font-size: 1.8rem; }
h3 { font-size: 1.6rem; }
h4 { font-size: 1.4rem; }
h5 { font-size: 1.2rem; }
h6 { font-size: 1rem; }
.md-math-block, .md-rawblock, h1, h2, h3, h4, h5, h6, p { margin-top: 1rem; margin-bottom: 1rem; }
.hidden { display: none; }
.md-blockmeta { color: rgb(204, 204, 204); font-weight: 700; font-style: italic; }
a { cursor: pointer; }
sup.md-footnote { padding: 2px 4px; background-color: rgba(238, 238, 238, 0.7); color: rgb(85, 85, 85); border-radius: 4px; cursor: pointer; }
sup.md-footnote a, sup.md-footnote a:hover { color: inherit; text-transform: inherit; text-decoration: inherit; }
#write input[type="checkbox"] { cursor: pointer; width: inherit; height: inherit; }
figure { overflow-x: auto; margin: 1.2em 0px; max-width: calc(100% + 16px); padding: 0px; }
figure > table { margin: 0px; }
thead, tr { break-inside: avoid; break-after: auto; }
thead { display: table-header-group; }
table { border-collapse: collapse; border-spacing: 0px; width: 100%; overflow: auto; break-inside: auto; text-align: left; }
table.md-table td { min-width: 32px; }
.CodeMirror-gutters { border-right: 0px; background-color: inherit; }
.CodeMirror-linenumber { user-select: none; }
.CodeMirror { text-align: left; }
.CodeMirror-placeholder { opacity: 0.3; }
.CodeMirror pre { padding: 0px 4px; }
.CodeMirror-lines { padding: 0px; }
div.hr:focus { cursor: none; }
#write pre { white-space: pre-wrap; }
#write.fences-no-line-wrapping pre { white-space: pre; }
#write pre.ty-contain-cm { white-space: normal; }
.CodeMirror-gutters { margin-right: 4px; }
.md-fences { font-size: 0.9rem; display: block; break-inside: avoid; text-align: left; overflow: visible; white-space: pre; background: inherit; position: relative !important; }
.md-fences-adv-panel { width: 100%; margin-top: 10px; text-align: center; padding-top: 0px; padding-bottom: 8px; overflow-x: auto; }
#write .md-fences.mock-cm { white-space: pre-wrap; }
.md-fences.md-fences-with-lineno { padding-left: 0px; }
#write.fences-no-line-wrapping .md-fences.mock-cm { white-space: pre; overflow-x: auto; }
.md-fences.mock-cm.md-fences-with-lineno { padding-left: 8px; }
.CodeMirror-line, twitterwidget { break-inside: avoid; }
svg { break-inside: avoid; }
.footnotes { opacity: 0.8; font-size: 0.9rem; margin-top: 1em; margin-bottom: 1em; }
.footnotes + .footnotes { margin-top: 0px; }
.md-reset { margin: 0px; padding: 0px; border: 0px; outline: 0px; vertical-align: top; background: 0px 0px; text-decoration: none; text-shadow: none; float: none; position: static; width: auto; height: auto; white-space: nowrap; cursor: inherit; -webkit-tap-highlight-color: transparent; line-height: normal; font-weight: 400; text-align: left; box-sizing: content-box; direction: ltr; }
li div { padding-top: 0px; }
blockquote { margin: 1rem 0px; }
li .mathjax-block, li p { margin: 0.5rem 0px; }
li blockquote { margin: 1rem 0px; }
li { margin: 0px; position: relative; }
blockquote > :last-child { margin-bottom: 0px; }
blockquote > :first-child, li > :first-child { margin-top: 0px; }
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#write .footnote-line { white-space: pre-wrap; }
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  .typora-export-show-outline .typora-export-sidebar { display: none; }
  figure { overflow-x: visible; }
}
.footnote-line { margin-top: 0.714em; font-size: 0.7em; }
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pre.md-meta-block { font-size: 0.8rem; min-height: 0.8rem; white-space: pre-wrap; background: rgb(204, 204, 204); display: block; overflow-x: hidden; }
p > .md-image:only-child:not(.md-img-error) img, p > img:only-child { display: block; margin: auto; }
#write.first-line-indent p > .md-image:only-child:not(.md-img-error) img { left: -2em; position: relative; }
p > .md-image:only-child { display: inline-block; width: 100%; }
#write .MathJax_Display { margin: 0.8em 0px 0px; }
.md-math-block { width: 100%; }
.md-math-block:not(:empty)::after { display: none; }
.MathJax_ref { fill: currentcolor; }
[contenteditable="true"]:active, [contenteditable="true"]:focus, [contenteditable="false"]:active, [contenteditable="false"]:focus { outline: 0px; box-shadow: none; }
.md-task-list-item { position: relative; list-style-type: none; }
.task-list-item.md-task-list-item { padding-left: 0px; }
.md-task-list-item > input { position: absolute; top: 0px; left: 0px; margin-left: -1.2em; margin-top: calc(1em - 10px); border: none; }
.math { font-size: 1rem; }
.md-toc { min-height: 3.58rem; position: relative; font-size: 0.9rem; border-radius: 10px; }
.md-toc-content { position: relative; margin-left: 0px; }
.md-toc-content::after, .md-toc::after { display: none; }
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.md-toc-h4 .md-toc-inner { margin-left: 6em; }
.md-toc-h5 .md-toc-inner { margin-left: 8em; }
.md-toc-h6 .md-toc-inner { margin-left: 10em; }
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  .md-toc-h4 .md-toc-inner { margin-left: 5em; }
  .md-toc-h5 .md-toc-inner { margin-left: 6.5em; }
  .md-toc-h6 .md-toc-inner { margin-left: 8em; }
}
a.md-toc-inner { font-size: inherit; font-style: inherit; font-weight: inherit; line-height: inherit; }
.footnote-line a:not(.reversefootnote) { color: inherit; }
.reversefootnote { font-family: ui-monospace, sans-serif; }
.md-attr { display: none; }
.md-fn-count::after { content: "."; }
code, pre, samp, tt { font-family: var(--monospace); }
kbd { margin: 0px 0.1em; padding: 0.1em 0.6em; font-size: 0.8em; color: rgb(36, 39, 41); background: rgb(255, 255, 255); border: 1px solid rgb(173, 179, 185); border-radius: 3px; box-shadow: rgba(12, 13, 14, 0.2) 0px 1px 0px, rgb(255, 255, 255) 0px 0px 0px 2px inset; white-space: nowrap; vertical-align: middle; }
.md-comment { color: rgb(162, 127, 3); opacity: 0.6; font-family: var(--monospace); }
code { text-align: left; vertical-align: initial; }
a.md-print-anchor { white-space: pre !important; border-width: initial !important; border-style: none !important; border-color: initial !important; display: inline-block !important; position: absolute !important; width: 1px !important; right: 0px !important; outline: 0px !important; background: 0px 0px !important; text-decoration: initial !important; text-shadow: initial !important; }
.os-windows.monocolor-emoji .md-emoji { font-family: "Segoe UI Symbol", sans-serif; }
.md-diagram-panel > svg { max-width: 100%; }
[lang="flow"] svg, [lang="mermaid"] svg { max-width: 100%; height: auto; }
[lang="mermaid"] .node text { font-size: 1rem; }
table tr th { border-bottom: 0px; }
video { max-width: 100%; display: block; margin: 0px auto; }
iframe { max-width: 100%; width: 100%; border: none; }
.highlight td, .highlight tr { border: 0px; }
mark { background: rgb(255, 255, 0); color: rgb(0, 0, 0); }
.md-html-inline .md-plain, .md-html-inline strong, mark .md-inline-math, mark strong { color: inherit; }
.md-expand mark .md-meta { opacity: 0.3 !important; }
mark .md-meta { color: rgb(0, 0, 0); }
@media print {
  .typora-export h1, .typora-export h2, .typora-export h3, .typora-export h4, .typora-export h5, .typora-export h6 { break-inside: avoid; }
}
.md-diagram-panel .messageText { stroke: none !important; }
.md-diagram-panel .start-state { fill: var(--node-fill); }
.md-diagram-panel .edgeLabel rect { opacity: 1 !important; }
.md-fences.md-fences-math { font-size: 1em; }
.md-fences-advanced:not(.md-focus) { padding: 0px; white-space: nowrap; border: 0px; }
.md-fences-advanced:not(.md-focus) { background: inherit; }
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.typora-export-sidebar { width: 300px; font-size: 0.8rem; margin-top: 80px; margin-right: 18px; }
.typora-export-show-outline #write { --webkit-flex: 2; flex: 2 1 0%; }
.typora-export-sidebar .outline-content { position: fixed; top: 0px; max-height: 100%; overflow: hidden auto; padding-bottom: 30px; padding-top: 60px; width: 300px; }
@media screen and (max-width: 1024px) {
  .typora-export-sidebar, .typora-export-sidebar .outline-content { width: 240px; }
}
@media screen and (max-width: 800px) {
  .typora-export-sidebar { display: none; }
}
.outline-content li, .outline-content ul { margin-left: 0px; margin-right: 0px; padding-left: 0px; padding-right: 0px; list-style: none; overflow-wrap: anywhere; }
.outline-content ul { margin-top: 0px; margin-bottom: 0px; }
.outline-content strong { font-weight: 400; }
.outline-expander { width: 1rem; height: 1.42857rem; position: relative; display: table-cell; vertical-align: middle; cursor: pointer; padding-left: 4px; }
.outline-expander::before { content: ""; position: relative; font-family: Ionicons; display: inline-block; font-size: 8px; vertical-align: middle; }
.outline-item { padding-top: 3px; padding-bottom: 3px; cursor: pointer; }
.outline-expander:hover::before { content: ""; }
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.outline-h6 > .outline-item { padding-left: 5em; }
.outline-label { cursor: pointer; display: table-cell; vertical-align: middle; text-decoration: none; color: inherit; }
.outline-label:hover { text-decoration: underline; }
.outline-item:hover { border-color: rgb(245, 245, 245); background-color: var(--item-hover-bg-color); }
.outline-item:hover { margin-left: -28px; margin-right: -28px; border-left: 28px solid transparent; border-right: 28px solid transparent; }
.outline-item-single .outline-expander::before, .outline-item-single .outline-expander:hover::before { display: none; }
.outline-item-open > .outline-item > .outline-expander::before { content: ""; }
.outline-children { display: none; }
.info-panel-tab-wrapper { display: none; }
.outline-item-open > .outline-children { display: block; }
.typora-export .outline-item { padding-top: 1px; padding-bottom: 1px; }
.typora-export .outline-item:hover { margin-right: -8px; border-right: 8px solid transparent; }
.typora-export .outline-expander::before { content: "+"; font-family: inherit; top: -1px; }
.typora-export .outline-expander:hover::before, .typora-export .outline-item-open > .outline-item > .outline-expander::before { content: "−"; }
.typora-export-collapse-outline .outline-children { display: none; }
.typora-export-collapse-outline .outline-item-open > .outline-children, .typora-export-no-collapse-outline .outline-children { display: block; }
.typora-export-no-collapse-outline .outline-expander::before { content: "" !important; }
.typora-export-show-outline .outline-item-active > .outline-item .outline-label { font-weight: 700; }
.md-inline-math-container mjx-container { zoom: 0.95; }
mjx-container { break-inside: avoid; }
.md-alert.md-alert-note { border-left-color: rgb(9, 105, 218); }
.md-alert.md-alert-important { border-left-color: rgb(130, 80, 223); }
.md-alert.md-alert-warning { border-left-color: rgb(154, 103, 0); }
.md-alert.md-alert-tip { border-left-color: rgb(31, 136, 61); }
.md-alert.md-alert-caution { border-left-color: rgb(207, 34, 46); }
.md-alert { padding: 0px 1em; margin-bottom: 16px; color: inherit; border-left: 0.25em solid rgb(0, 0, 0); }
.md-alert-text-note { color: rgb(9, 105, 218); }
.md-alert-text-important { color: rgb(130, 80, 223); }
.md-alert-text-warning { color: rgb(154, 103, 0); }
.md-alert-text-tip { color: rgb(31, 136, 61); }
.md-alert-text-caution { color: rgb(207, 34, 46); }
.md-alert-text { font-size: 0.9rem; font-weight: 700; }
.md-alert-text svg { fill: currentcolor; position: relative; top: 0.125em; margin-right: 1ch; overflow: visible; }
.md-alert-text-container::after { content: attr(data-text); text-transform: capitalize; pointer-events: none; margin-right: 1ch; }


.CodeMirror { height: auto; }
.CodeMirror.cm-s-inner { background: inherit; }
.CodeMirror-scroll { overflow: auto hidden; z-index: 3; }
.CodeMirror-gutter-filler, .CodeMirror-scrollbar-filler { background-color: rgb(255, 255, 255); }
.CodeMirror-gutters { border-right: 1px solid rgb(221, 221, 221); background: inherit; white-space: nowrap; }
.CodeMirror-linenumber { padding: 0px 3px 0px 5px; text-align: right; color: rgb(153, 153, 153); }
.cm-s-inner .cm-keyword { color: rgb(119, 0, 136); }
.cm-s-inner .cm-atom, .cm-s-inner.cm-atom { color: rgb(34, 17, 153); }
.cm-s-inner .cm-number { color: rgb(17, 102, 68); }
.cm-s-inner .cm-def { color: rgb(0, 0, 255); }
.cm-s-inner .cm-variable { color: rgb(0, 0, 0); }
.cm-s-inner .cm-variable-2 { color: rgb(0, 85, 170); }
.cm-s-inner .cm-variable-3 { color: rgb(0, 136, 85); }
.cm-s-inner .cm-string { color: rgb(170, 17, 17); }
.cm-s-inner .cm-property { color: rgb(0, 0, 0); }
.cm-s-inner .cm-operator { color: rgb(152, 26, 26); }
.cm-s-inner .cm-comment, .cm-s-inner.cm-comment { color: rgb(170, 85, 0); }
.cm-s-inner .cm-string-2 { color: rgb(255, 85, 0); }
.cm-s-inner .cm-meta { color: rgb(85, 85, 85); }
.cm-s-inner .cm-qualifier { color: rgb(85, 85, 85); }
.cm-s-inner .cm-builtin { color: rgb(51, 0, 170); }
.cm-s-inner .cm-bracket { color: rgb(153, 153, 119); }
.cm-s-inner .cm-tag { color: rgb(17, 119, 0); }
.cm-s-inner .cm-attribute { color: rgb(0, 0, 204); }
.cm-s-inner .cm-header, .cm-s-inner.cm-header { color: rgb(0, 0, 255); }
.cm-s-inner .cm-quote, .cm-s-inner.cm-quote { color: rgb(0, 153, 0); }
.cm-s-inner .cm-hr, .cm-s-inner.cm-hr { color: rgb(153, 153, 153); }
.cm-s-inner .cm-link, .cm-s-inner.cm-link { color: rgb(0, 0, 204); }
.cm-negative { color: rgb(221, 68, 68); }
.cm-positive { color: rgb(34, 153, 34); }
.cm-header, .cm-strong { font-weight: 700; }
.cm-del { text-decoration: line-through; }
.cm-em { font-style: italic; }
.cm-link { text-decoration: underline; }
.cm-error { color: red; }
.cm-invalidchar { color: red; }
.cm-constant { color: rgb(38, 139, 210); }
.cm-defined { color: rgb(181, 137, 0); }
div.CodeMirror span.CodeMirror-matchingbracket { color: rgb(0, 255, 0); }
div.CodeMirror span.CodeMirror-nonmatchingbracket { color: rgb(255, 34, 34); }
.cm-s-inner .CodeMirror-activeline-background { background: inherit; }
.CodeMirror { position: relative; overflow: hidden; }
.CodeMirror-scroll { height: 100%; outline: 0px; position: relative; box-sizing: content-box; background: inherit; }
.CodeMirror-sizer { position: relative; }
.CodeMirror-gutter-filler, .CodeMirror-hscrollbar, .CodeMirror-scrollbar-filler, .CodeMirror-vscrollbar { position: absolute; z-index: 6; display: none; outline: 0px; }
.CodeMirror-vscrollbar { right: 0px; top: 0px; overflow: hidden; }
.CodeMirror-hscrollbar { bottom: 0px; left: 0px; overflow: auto hidden; }
.CodeMirror-scrollbar-filler { right: 0px; bottom: 0px; }
.CodeMirror-gutter-filler { left: 0px; bottom: 0px; }
.CodeMirror-gutters { position: absolute; left: 0px; top: 0px; padding-bottom: 10px; z-index: 3; overflow-y: hidden; }
.CodeMirror-gutter { white-space: normal; height: 100%; box-sizing: content-box; padding-bottom: 30px; margin-bottom: -32px; display: inline-block; }
.CodeMirror-gutter-wrapper { position: absolute; z-index: 4; background: 0px 0px !important; border: none !important; }
.CodeMirror-gutter-background { position: absolute; top: 0px; bottom: 0px; z-index: 4; }
.CodeMirror-gutter-elt { position: absolute; cursor: default; z-index: 4; }
.CodeMirror-lines { cursor: text; }
.CodeMirror pre { border-radius: 0px; border-width: 0px; background: 0px 0px; font-family: inherit; font-size: inherit; margin: 0px; white-space: pre; overflow-wrap: normal; color: inherit; z-index: 2; position: relative; overflow: visible; }
.CodeMirror-wrap pre { overflow-wrap: break-word; white-space: pre-wrap; word-break: normal; }
.CodeMirror-code pre { border-right: 30px solid transparent; width: fit-content; }
.CodeMirror-wrap .CodeMirror-code pre { border-right: none; width: auto; }
.CodeMirror-linebackground { position: absolute; inset: 0px; z-index: 0; }
.CodeMirror-linewidget { position: relative; z-index: 2; overflow: auto; }
.CodeMirror-wrap .CodeMirror-scroll { overflow-x: hidden; }
.CodeMirror-measure { position: absolute; width: 100%; height: 0px; overflow: hidden; visibility: hidden; }
.CodeMirror-measure pre { position: static; }
.CodeMirror div.CodeMirror-cursor { position: absolute; visibility: hidden; border-right: none; width: 0px; }
.CodeMirror div.CodeMirror-cursor { visibility: hidden; }
.CodeMirror-focused div.CodeMirror-cursor { visibility: inherit; }
.cm-searching { background: rgba(255, 255, 0, 0.4); }
span.cm-underlined { text-decoration: underline; }
span.cm-strikethrough { text-decoration: line-through; }
.cm-tw-syntaxerror { color: rgb(255, 255, 255); background-color: rgb(153, 0, 0); }
.cm-tw-deleted { text-decoration: line-through; }
.cm-tw-header5 { font-weight: 700; }
.cm-tw-listitem:first-child { padding-left: 10px; }
.cm-tw-box { border-style: solid; border-right-width: 1px; border-bottom-width: 1px; border-left-width: 1px; border-color: inherit; border-top-width: 0px !important; }
.cm-tw-underline { text-decoration: underline; }
@media print {
  .CodeMirror div.CodeMirror-cursor { visibility: hidden; }
}


:root {
    --side-bar-bg-color: #fafafa;
    --control-text-color: #777;
}

@include-when-export url(https://fonts.googleapis.com/css?family=Open+Sans:400italic,700italic,700,400&subset=latin,latin-ext);

/* open-sans-regular - latin-ext_latin */
  /* open-sans-italic - latin-ext_latin */
    /* open-sans-700 - latin-ext_latin */
    /* open-sans-700italic - latin-ext_latin */
  html {
    font-size: 16px;
    -webkit-font-smoothing: antialiased;
}

body {
    font-family: "Open Sans","Clear Sans", "Helvetica Neue", Helvetica, Arial, 'Segoe UI Emoji', sans-serif;
    color: rgb(51, 51, 51);
    line-height: 1.6;
}

#write {
    max-width: 860px;
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</style><title>OS24.【Linux】进程终止</title>
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<body class='typora-export os-windows'><div class='typora-export-content'>
<div id='write'  class=''><p><strong><span>目录</span></strong></p><p><a href='#1.%E7%9F%A5%E8%AF%86%E5%9B%9E%E9%A1%BE'><span>1.知识回顾</span></a></p><p><a href='#fork()%E7%9A%84%E4%BD%BF%E7%94%A8'><span>fork()的使用</span></a></p><p><a href='#2.%E4%BD%BF%E7%94%A8fork()%E5%88%9B%E5%BB%BA%E5%A4%9A%E4%B8%AA%E8%BF%9B%E7%A8%8B'><span>2.使用fork()创建多个进程</span></a></p><p><a href='#%E6%83%85%E6%99%AF%E5%BC%95%E5%85%A5%3Afork()%E7%82%B8%E5%BC%B9'><span>情景引入:fork()炸弹</span></a></p><p><a href='#%E7%A4%BA%E4%BE%8B%E4%BB%A3%E7%A0%81%E8%AE%B2%E8%A7%A3'><span>示例代码讲解</span></a></p><p><a href='#3.%E8%BF%9B%E7%A8%8B%E7%BB%88%E6%AD%A2'><span>3.进程终止</span></a></p><p><a href='#%E8%BF%9B%E7%A8%8B%E9%80%80%E5%87%BA%E7%9A%84%E5%87%A0%E7%A7%8D%E6%83%85%E5%86%B5'><span>进程退出的几种情况</span></a></p><p><a href='#%E9%80%80%E5%87%BA%E7%A0%81'><span>退出码</span></a></p><p><a href='#strerror%E5%87%BD%E6%95%B0'><span>strerror函数</span></a></p><p><a href='#%E5%85%A8%E5%B1%80%E5%8F%98%E9%87%8Ferrno'><span>全局变量errno</span></a></p><p><a href='#%E2%98%85%E9%80%80%E5%87%BA%E7%A0%81%E5%92%8C%E9%94%99%E8%AF%AF%E7%A0%81%E4%B8%8D%E6%98%AF%E4%B8%80%E5%9B%9E%E4%BA%8B'><span>★退出码和错误码不是一回事</span></a></p><p><a href='#%E4%BB%A3%E7%A0%81%E6%98%AF%E5%90%A6%E5%BC%82%E5%B8%B8%E7%BB%88%E6%AD%A2'><span>代码是否异常终止</span></a></p><p><a href='#exit%E5%87%BD%E6%95%B0'><span>exit函数</span></a></p><p><a href='#%E5%AF%B9%E6%AF%94return%E5%92%8Cexit'><span>对比return和exit</span></a></p><p><a href='#%E5%AF%B9%E6%AF%94exit%E5%92%8C_exit'><span>对比exit和_exit</span></a></p><p><a href='#_exit%E7%B3%BB%E7%BB%9F%E8%B0%83%E7%94%A8'><span>_exit系统调用</span></a></p><p><a href='#_Exit%E5%87%BD%E6%95%B0'><span>_Exit函数</span></a></p><p><a href='#4.%E6%80%BB%E7%BB%93%E6%9C%AC%E6%96%87%E9%80%80%E5%87%BA%E8%BF%9B%E7%A8%8B%E7%9A%84%E5%87%A0%E7%A7%8D%E6%96%B9%E6%B3%95'><span>4.总结本文退出进程的几种方法</span></a></p><hr /><h1 id='1知识回顾'><span>1.知识回顾</span></h1><h2 id='fork的使用'><span>fork()的使用</span></h2><p><span>复习fork()函数:</span><a href='https://zhangcoder.blog.csdn.net/article/details/149428230?spm=1011.2415.3001.5331'><span>OS18.【Linux】进程基础知识(2)</span></a></p><blockquote><p><span>fork()做的事情: 1.分配新的内存块和内核数据结构给子进程</span><br/><span>2.将父进程部分数据结构内容拷贝至子进程</span><br/><span>3.添加子进程到系统进程列表当中</span><br/><span>4.fork返回,开始调度器调度</span></p></blockquote><p><img src="data:image;base64,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" referrerpolicy="no-referrer"></p><h1 id='2使用fork创建多个进程'><span>2.使用fork()创建多个进程</span></h1><h2 id='情景引入fork炸弹'><span>情景引入:fork()炸弹</span></h2><p><strong><span>------!免责声明!------</span></strong></p><p><strong><u><span>1.本文所述之 fork()炸弹仅限在合法授权、明确用于安全研究、系统测试或教学演示的隔离环境中使用。严禁在未经授权的生产系统、公共服务器或他人设备上执行!</span></u></strong></p><p><strong><u><span>2.执行fork()炸弹可能造成未保存数据丢失、文件系统损坏或其他不可逆后果,操作者需自行承担全部风险与责任,包括但不限于系统恢复、数据修复及法律责任!</span></u></strong></p><p><strong><span>------!免责声明!------</span></strong></p><p><span>fork()炸弹是一种无限创建进程的方式,是拒绝服务(Dos,全称</span><strong><span>D</span></strong><span>enial </span><strong><span>o</span></strong><span>f </span><strong><span>S</span></strong><span>ervice)攻击的一种方式</span></p><pre class="md-fences md-end-block ty-contain-cm modeLoaded" spellcheck="false" lang="cpp"><div class="CodeMirror cm-s-inner cm-s-null-scroll CodeMirror-wrap" lang="cpp"><div style="overflow: hidden; position: relative; width: 3px; height: 0px; top: 9.51875px; left: 19px;"><textarea autocorrect="off" autocapitalize="off" spellcheck="false" tabindex="0" style="position: absolute; bottom: -1em; padding: 0px; width: 1000px; height: 1em; outline: none;"></textarea></div><div class="CodeMirror-scrollbar-filler" cm-not-content="true"></div><div class="CodeMirror-gutter-filler" cm-not-content="true"></div><div class="CodeMirror-scroll" tabindex="-1"><div class="CodeMirror-sizer" style="margin-left: 11px; margin-bottom: 0px; border-right-width: 0px; padding-right: 0px; padding-bottom: 0px;"><div style="position: relative; top: 0px;"><div class="CodeMirror-lines" role="presentation"><div role="presentation" style="position: relative; outline: none;"><div class="CodeMirror-measure"><pre><span>xxxxxxxxxx</span></pre></div><div class="CodeMirror-measure"></div><div style="position: relative; z-index: 1;"></div><div class="CodeMirror-code" role="presentation" style=""><div class="CodeMirror-activeline" style="position: relative;"><div class="CodeMirror-activeline-background CodeMirror-linebackground"></div><div class="CodeMirror-gutter-background CodeMirror-activeline-gutter" style="left: -11px; width: 11px;"></div><div class="CodeMirror-gutter-wrapper CodeMirror-activeline-gutter" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;unistd.h&gt;</span></span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-variable-3">int</span> <span class="cm-def">main</span>()</span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">{</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-keyword">while</span>(<span class="cm-number">1</span>)</span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp;  {</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">fork</span>();</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp;  }</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-keyword">return</span> <span class="cm-number">0</span>;</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">}</span></pre></div></div></div></div></div><div style="position: absolute; height: 0px; width: 1px; border-bottom: 0px solid transparent; top: 207px;"></div><div class="CodeMirror-gutters" style="height: 207px; left: 0px;"><div class="CodeMirror-gutter CodeMirror-foldgutter"></div></div></div></div></pre><p><span>因为父子进程的代码是共享的,那么进程数量呈指数级增长,</span><strong><font style="color:#fe2c24;background-color:#fef2f0;"><span>如果没有防护措施,那么fork()炸弹会迅速耗尽系统资源,导致系统变缓慢最终崩溃</span></font></strong></p><p><span>可以通过限制用户进程数量来防止fork()炸弹发生,如果fork()炸弹不幸发生了,那么只能重启系统</span></p><h2 id='示例代码讲解'><span>示例代码讲解</span></h2><pre class="md-fences md-end-block ty-contain-cm modeLoaded" spellcheck="false" lang="cpp" style="break-inside: unset;"><div class="CodeMirror cm-s-inner cm-s-null-scroll CodeMirror-wrap" lang="cpp"><div style="overflow: hidden; position: relative; width: 3px; height: 0px; top: 9.51875px; left: 19px;"><textarea autocorrect="off" autocapitalize="off" spellcheck="false" tabindex="0" style="position: absolute; bottom: -1em; padding: 0px; width: 1000px; height: 1em; outline: none;"></textarea></div><div class="CodeMirror-scrollbar-filler" cm-not-content="true"></div><div class="CodeMirror-gutter-filler" cm-not-content="true"></div><div class="CodeMirror-scroll" tabindex="-1"><div class="CodeMirror-sizer" style="margin-left: 11px; margin-bottom: 0px; border-right-width: 0px; padding-right: 0px; padding-bottom: 0px;"><div style="position: relative; top: 0px;"><div class="CodeMirror-lines" role="presentation"><div role="presentation" style="position: relative; outline: none;"><div class="CodeMirror-measure"><pre><span>xxxxxxxxxx</span></pre></div><div class="CodeMirror-measure"></div><div style="position: relative; z-index: 1;"></div><div class="CodeMirror-code" role="presentation" style=""><div class="CodeMirror-activeline" style="position: relative;"><div class="CodeMirror-activeline-background CodeMirror-linebackground"></div><div class="CodeMirror-gutter-background CodeMirror-activeline-gutter" style="left: -11px; width: 11px;"></div><div class="CodeMirror-gutter-wrapper CodeMirror-activeline-gutter" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;stdio.h&gt;</span></span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;unistd.h&gt;</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;stdlib.h&gt;</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#define TASK_NUM 5</span><span class="cm-comment">//子进程创建数量</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-variable-3">void</span> <span class="cm-def">runchild</span>()</span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">{</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-variable-3">int</span> <span class="cm-variable">cnt</span> <span class="cm-operator">=</span> <span class="cm-number">5</span>;</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-keyword">while</span> (<span class="cm-variable">cnt</span><span class="cm-operator">--</span>)</span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp;  {</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">printf</span>(<span class="cm-string">"PPID=%d PID=%d child process is running...\n"</span>, <span class="cm-variable">getppid</span>(), <span class="cm-variable">getpid</span>());</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">sleep</span>(<span class="cm-number">1</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp;  }</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">}</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-variable-3">int</span> <span class="cm-def">main</span>() </span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">{</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-keyword">for</span> (<span class="cm-variable-3">int</span> <span class="cm-variable">i</span> <span class="cm-operator">=</span> <span class="cm-number">0</span>; <span class="cm-variable">i</span> <span class="cm-operator">&lt;</span> <span class="cm-variable">TASK_NUM</span>; <span class="cm-variable">i</span><span class="cm-operator">++</span>) </span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp;  {</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">pid_t</span> <span class="cm-variable">id</span> <span class="cm-operator">=</span> <span class="cm-variable">fork</span>();</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-keyword">if</span> (<span class="cm-variable">id</span> <span class="cm-operator">==</span> <span class="cm-number">0</span>) </span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp;  {</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">runchild</span>(); &nbsp; </span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">exit</span>(<span class="cm-number">0</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp;  }</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp;  }</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-keyword">return</span> <span class="cm-number">0</span>;</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">}</span></pre></div></div></div></div></div><div style="position: absolute; height: 0px; width: 1px; border-bottom: 0px solid transparent; top: 599px;"></div><div class="CodeMirror-gutters" style="height: 599px; left: 0px;"><div class="CodeMirror-gutter CodeMirror-foldgutter"></div></div></div></div></pre><p><span>子进程在if中执行,但父进程没有进入if,继续for循环创建子进程,哪个进程先运行取决于调度器的调度策略</span></p><p><span>运行结果:</span></p><p><img src="data:image;base64,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" referrerpolicy="no-referrer"></p><p><span>可见子进程运行太快,显然是并发创建的</span></p><h1 id='3进程终止'><span>3.进程终止</span></h1><h2 id='进程退出的几种情况'><span>进程退出的几种情况</span></h2><p><span>从代码的执行来看,分两种情况:1. 执行完了 2.没执行完</span></p><p><span>从结果看,分两种情况:1. 结果正确 2.结果不正确(注:这里讲的结果的正确与否)</span></p><p><span>代码运行完毕,结果正确</span><br/><span>代码运行完毕,结果不正确</span><br/><span>代码异常终止</span></p><h2 id='退出码'><span>退出码</span></h2><p><span>子进程退出的几种情况只有父进程关心,而</span><strong><span>子进程退出的情况可以用退出码来描述,退出码会返回到父进程那里(因为需要反馈给用户,由用户决定下一步要做什么)</span></strong><span>,可以通过return语句来返回退出码,用echo $?或者父进程调用wait函数来获取退出码(理解为父进程收集僵尸进程的信息)</span></p><p><span>计算机业界规定:返回0值表示运行结果正确,没有错误;返回非0值表示运行结果不正确,具体每个非0值的含义由开发者定义</span></p><p><span>例如以下代码定义返回1表示分配内存失败,而返回0表示分配内存成功</span></p><pre class="md-fences md-end-block ty-contain-cm modeLoaded" spellcheck="false" lang="cpp" style="break-inside: unset;"><div class="CodeMirror cm-s-inner cm-s-null-scroll CodeMirror-wrap" lang="cpp"><div style="overflow: hidden; position: relative; width: 3px; height: 0px; top: 9.51875px; left: 19px;"><textarea autocorrect="off" autocapitalize="off" spellcheck="false" tabindex="0" style="position: absolute; bottom: -1em; padding: 0px; width: 1000px; height: 1em; outline: none;"></textarea></div><div class="CodeMirror-scrollbar-filler" cm-not-content="true"></div><div class="CodeMirror-gutter-filler" cm-not-content="true"></div><div class="CodeMirror-scroll" tabindex="-1"><div class="CodeMirror-sizer" style="margin-left: 11px; margin-bottom: 0px; border-right-width: 0px; padding-right: 0px; padding-bottom: 0px;"><div style="position: relative; top: 0px;"><div class="CodeMirror-lines" role="presentation"><div role="presentation" style="position: relative; outline: none;"><div class="CodeMirror-measure"><pre><span>xxxxxxxxxx</span></pre></div><div class="CodeMirror-measure"></div><div style="position: relative; z-index: 1;"></div><div class="CodeMirror-code" role="presentation" style=""><div class="CodeMirror-activeline" style="position: relative;"><div class="CodeMirror-activeline-background CodeMirror-linebackground"></div><div class="CodeMirror-gutter-background CodeMirror-activeline-gutter" style="left: -11px; width: 11px;"></div><div class="CodeMirror-gutter-wrapper CodeMirror-activeline-gutter" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;stdio.h&gt;</span></span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;unistd.h&gt;</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;stdlib.h&gt;</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;string.h&gt;</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-variable-3">int</span> <span class="cm-def">main</span>()</span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">{</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-variable-3">int</span> <span class="cm-variable">ret</span> <span class="cm-operator">=</span> <span class="cm-number">0</span>;</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-variable-3">char</span> <span class="cm-variable-3">*</span><span class="cm-variable">p</span> <span class="cm-operator">=</span> (<span class="cm-variable-3">char*</span>)<span class="cm-variable">malloc</span>(<span class="cm-number">1000</span><span class="cm-operator">*</span><span class="cm-number">1000</span><span class="cm-operator">*</span><span class="cm-number">1000</span><span class="cm-operator">*</span><span class="cm-number">1000</span><span class="cm-operator">*</span><span class="cm-number">1000</span>);<span class="cm-comment">//显然不可能分配成功</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-keyword">if</span>(<span class="cm-variable">p</span> <span class="cm-operator">==</span> <span class="cm-variable">NULL</span>)</span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp;  {</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">printf</span>(<span class="cm-string">"malloc error\n"</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">ret</span> <span class="cm-operator">=</span> <span class="cm-number">1</span>;</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp;  }</span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-keyword">else</span>{</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">printf</span>(<span class="cm-string">"malloc success\n"</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp;  }</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-keyword">return</span> <span class="cm-variable">ret</span>;</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">}</span></pre></div></div></div></div></div><div style="position: absolute; height: 0px; width: 1px; border-bottom: 0px solid transparent; top: 415px;"></div><div class="CodeMirror-gutters" style="height: 415px; left: 0px;"><div class="CodeMirror-gutter CodeMirror-foldgutter"></div></div></div></div></pre><p><span>bash运行以下代码:</span></p><pre class="md-fences md-end-block ty-contain-cm modeLoaded" spellcheck="false" lang="cpp"><div class="CodeMirror cm-s-inner cm-s-null-scroll CodeMirror-wrap" lang="cpp"><div style="overflow: hidden; position: relative; width: 3px; height: 0px; top: 9.51875px; left: 19px;"><textarea autocorrect="off" autocapitalize="off" spellcheck="false" tabindex="0" style="position: absolute; bottom: -1em; padding: 0px; width: 1000px; height: 1em; outline: none;"></textarea></div><div class="CodeMirror-scrollbar-filler" cm-not-content="true"></div><div class="CodeMirror-gutter-filler" cm-not-content="true"></div><div class="CodeMirror-scroll" tabindex="-1"><div class="CodeMirror-sizer" style="margin-left: 11px; margin-bottom: 0px; border-right-width: 0px; padding-right: 0px; padding-bottom: 0px;"><div style="position: relative; top: 0px;"><div class="CodeMirror-lines" role="presentation"><div role="presentation" style="position: relative; outline: none;"><div class="CodeMirror-measure"><pre><span>xxxxxxxxxx</span></pre></div><div class="CodeMirror-measure"></div><div style="position: relative; z-index: 1;"></div><div class="CodeMirror-code" role="presentation"><div class="CodeMirror-activeline" style="position: relative;"><div class="CodeMirror-activeline-background CodeMirror-linebackground"></div><div class="CodeMirror-gutter-background CodeMirror-activeline-gutter" style="left: -11px; width: 11px;"></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-variable-3">int</span> <span class="cm-def">main</span>()</span></pre></div><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">{</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-keyword">return</span> <span class="cm-number">10</span>;</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">}</span></pre></div></div></div></div></div><div style="position: absolute; height: 0px; width: 1px; border-bottom: 0px solid transparent; top: 92px;"></div><div class="CodeMirror-gutters" style="height: 92px; left: 0px;"><div class="CodeMirror-gutter CodeMirror-foldgutter"></div></div></div></div></pre><p><span>使用</span><strong><font style="color:#fe2c24;background-color:#fef2f0;"><span>echo $?来打印上一个执行命令的退出码</span></font></strong></p><p><img src="data:image;base64,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" referrerpolicy="no-referrer"></p><p>&nbsp;</p><p><span>bash运行了./a.out子进程,该子进程通过return 10向父进程bash返回退出码</span></p><p><span>继续运行命令:</span></p><p><img src="data:image;base64,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" referrerpolicy="no-referrer"></p><p><span>打印出第一个0: bash成功执行echo $?命令</span></p><p><span>打印出第二个0: bash成功执行pwd命令</span></p><p><strong><font style="color:#fe2c24;background-color:#fef2f0;"><span>结论:main函数的返回值本质表示进程运行完成时是否是正确的结果,如果不是,可以用不同的数字表示不同的出错原因</span></font></strong></p><h2 id='strerror函数'><span>strerror函数</span></h2><p><span>作用:将</span><strong><font style="color:#fe2c24;background-color:#fef2f0;"><span>操作系统系统的错误码</span></font></strong><span>(</span><strong><u><span>不是退出码,下面会分辨错误码和退出码的区别</span></u></strong><span>)转化为错误原因</span></p><p><span>之前在</span><a href='https://zhangcoder.blog.csdn.net/article/details/142306148?spm=1011.2415.3001.5331'><span>57.【C语言】字符函数和字符串函数(strerror函数)</span></a><span>文章讲过,这里不再赘述函数的细节</span></p><p><span>看看Linux系统的退出码对应的退出原因:</span></p><pre class="md-fences md-end-block ty-contain-cm modeLoaded" spellcheck="false" lang="cpp"><div class="CodeMirror cm-s-inner cm-s-null-scroll CodeMirror-wrap" lang="cpp"><div style="overflow: hidden; position: relative; width: 3px; height: 0px; top: 9.51875px; left: 19px;"><textarea autocorrect="off" autocapitalize="off" spellcheck="false" tabindex="0" style="position: absolute; bottom: -1em; padding: 0px; width: 1000px; height: 1em; outline: none;"></textarea></div><div class="CodeMirror-scrollbar-filler" cm-not-content="true"></div><div class="CodeMirror-gutter-filler" cm-not-content="true"></div><div class="CodeMirror-scroll" tabindex="-1"><div class="CodeMirror-sizer" style="margin-left: 11px; margin-bottom: 0px; border-right-width: 0px; padding-right: 0px; padding-bottom: 0px;"><div style="position: relative; top: 0px;"><div class="CodeMirror-lines" role="presentation"><div role="presentation" style="position: relative; outline: none;"><div class="CodeMirror-measure"><pre><span>xxxxxxxxxx</span></pre></div><div class="CodeMirror-measure"></div><div style="position: relative; z-index: 1;"></div><div class="CodeMirror-code" role="presentation" style=""><div class="CodeMirror-activeline" style="position: relative;"><div class="CodeMirror-activeline-background CodeMirror-linebackground"></div><div class="CodeMirror-gutter-background CodeMirror-activeline-gutter" style="left: -11px; width: 11px;"></div><div class="CodeMirror-gutter-wrapper CodeMirror-activeline-gutter" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;stdio.h&gt;</span></span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;string.h&gt;</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-variable-3">int</span> <span class="cm-def">main</span>()</span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">{</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-keyword">for</span> (<span class="cm-variable-3">int</span> <span class="cm-variable">i</span><span class="cm-operator">=</span><span class="cm-number">0</span>;<span class="cm-variable">i</span><span class="cm-operator">&lt;</span><span class="cm-number">120</span>;<span class="cm-variable">i</span><span class="cm-operator">++</span>)<span class="cm-comment">//i的最大值可以设一个较大的值</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">printf</span>(<span class="cm-string">"%d: %s\n"</span>,<span class="cm-variable">i</span>,<span class="cm-variable">strerror</span>(<span class="cm-variable">i</span>));</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-keyword">return</span> <span class="cm-number">0</span>;<span class="cm-comment">//退出码为0,正常退出</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">}</span></pre></div></div></div></div></div><div style="position: absolute; height: 0px; width: 1px; border-bottom: 0px solid transparent; top: 184px;"></div><div class="CodeMirror-gutters" style="height: 184px; left: 0px;"><div class="CodeMirror-gutter CodeMirror-foldgutter"></div></div></div></div></pre><p><span>运行结果:从134往后都是未知错误</span></p><p><img 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" referrerpolicy="no-referrer"></p><p>&nbsp;</p><h3 id='全局变量errno'><span>全局变量errno</span></h3><p><img src="data:image;base64,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" referrerpolicy="no-referrer"></p><p><span>errno全称error number,其存储最近一次的错误码,因为调用库函数不一定成功,所以可以查看errno存储的最近一次的错误码来分析错误原因,注意要包含errno.h头文件</span></p><p><span>例如以下代码</span></p><pre class="md-fences md-end-block ty-contain-cm modeLoaded" spellcheck="false" lang="cpp" style="break-inside: unset;"><div class="CodeMirror cm-s-inner cm-s-null-scroll CodeMirror-wrap" lang="cpp"><div style="overflow: hidden; position: relative; width: 3px; height: 0px; top: 9.51875px; left: 19px;"><textarea autocorrect="off" autocapitalize="off" spellcheck="false" tabindex="0" style="position: absolute; bottom: -1em; padding: 0px; width: 1000px; height: 1em; outline: none;"></textarea></div><div class="CodeMirror-scrollbar-filler" cm-not-content="true"></div><div class="CodeMirror-gutter-filler" cm-not-content="true"></div><div class="CodeMirror-scroll" tabindex="-1"><div class="CodeMirror-sizer" style="margin-left: 11px; margin-bottom: 0px; border-right-width: 0px; padding-right: 0px; padding-bottom: 0px;"><div style="position: relative; top: 0px;"><div class="CodeMirror-lines" role="presentation"><div role="presentation" style="position: relative; outline: none;"><div class="CodeMirror-measure"><pre><span>xxxxxxxxxx</span></pre></div><div class="CodeMirror-measure"></div><div style="position: relative; z-index: 1;"></div><div class="CodeMirror-code" role="presentation" style=""><div class="CodeMirror-activeline" style="position: relative;"><div class="CodeMirror-activeline-background CodeMirror-linebackground"></div><div class="CodeMirror-gutter-background CodeMirror-activeline-gutter" style="left: -11px; width: 11px;"></div><div class="CodeMirror-gutter-wrapper CodeMirror-activeline-gutter" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;stdio.h&gt;</span></span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;unistd.h&gt;</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;stdlib.h&gt;</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;string.h&gt;</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;errno.h&gt;</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-variable-3">int</span> <span class="cm-def">main</span>()</span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">{</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-variable-3">int</span> <span class="cm-variable">ret</span> <span class="cm-operator">=</span> <span class="cm-number">0</span>;</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-variable-3">char</span> <span class="cm-variable-3">*</span><span class="cm-variable">p</span> <span class="cm-operator">=</span> (<span class="cm-variable-3">char*</span>)<span class="cm-variable">malloc</span>(<span class="cm-number">1000</span><span class="cm-operator">*</span><span class="cm-number">1000</span><span class="cm-operator">*</span><span class="cm-number">1000</span><span class="cm-operator">*</span><span class="cm-number">4</span>);<span class="cm-comment">//显然不可能分配成功</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-keyword">if</span>(<span class="cm-variable">p</span> <span class="cm-operator">==</span> <span class="cm-variable">NULL</span>)</span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp;  {</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">printf</span>(<span class="cm-string">"malloc error %d: %s\n"</span>,<span class="cm-variable">errno</span>,<span class="cm-variable">strerror</span>(<span class="cm-variable">errno</span>));</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">ret</span> <span class="cm-operator">=</span> <span class="cm-number">1</span>;</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp;  }</span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-keyword">else</span>{</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp; &nbsp; &nbsp;<span class="cm-variable">printf</span>(<span class="cm-string">"malloc success\n"</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp;  }</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-keyword">return</span> <span class="cm-variable">ret</span>;</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">}</span></pre></div></div></div></div></div><div style="position: absolute; height: 0px; width: 1px; border-bottom: 0px solid transparent; top: 438px;"></div><div class="CodeMirror-gutters" style="height: 438px; left: 0px;"><div class="CodeMirror-gutter CodeMirror-foldgutter"></div></div></div></div></pre><p><span>运行结果:</span></p><p><img src="data:image;base64,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" referrerpolicy="no-referrer"></p><h2 id='★退出码和错误码不是一回事'><span>★退出码和错误码不是一回事</span></h2><p><span>Linux操作系统上的软件如果运行错误,可以</span><strong><span>返回对应的退出码,设置对应的错误码</span></strong><span>,然后bash会调用strerror来打印错误信息</span></p><p><span>以下例子的cat进程返回1,但是No such file or directory错误信息对应的错误码是2</span></p><p><img src="data:image;base64,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" referrerpolicy="no-referrer"></p><p>&nbsp;</p><p><strong><font style="color:#fe2c24;background-color:#fef2f0;"><span>结论:进程成功退出时一定会返回退出码,用于描述进程的退出信息,判断进程运行的结果是否正确,而错误码是给最近一次失败的库函数或系统调用设计的,可以通过程序打印出来</span></font></strong></p><p><img src="data:image;base64,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" referrerpolicy="no-referrer"></p><p>&nbsp;</p><h2 id='代码是否异常终止'><span>代码是否异常终止</span></h2><p><span>如果进程执行代码时异常终止,那么进程应该没有执行return语句</span></p><p><span>(注:</span><strong><span>如果进程执行代码时异常终止,那么进程肯定没有返回退出码这个说法是*</span></strong><span>*</span><u><span>错误</span></u><strong></strong><span>的**,比如被信号终止的进程,如果信号编号是 11,则退出码就是 128+11 = 139,信号编号+128就是进程退出码,具体原因到信号章节再说)</span></p><p><span>例如以下代码发生了除零错误</span></p><pre class="md-fences md-end-block ty-contain-cm modeLoaded" spellcheck="false" lang="cpp"><div class="CodeMirror cm-s-inner cm-s-null-scroll CodeMirror-wrap" lang="cpp"><div style="overflow: hidden; position: relative; width: 3px; height: 0px; top: 9.51875px; left: 19px;"><textarea autocorrect="off" autocapitalize="off" spellcheck="false" tabindex="0" style="position: absolute; bottom: -1em; padding: 0px; width: 1000px; height: 1em; outline: none;"></textarea></div><div class="CodeMirror-scrollbar-filler" cm-not-content="true"></div><div class="CodeMirror-gutter-filler" cm-not-content="true"></div><div class="CodeMirror-scroll" tabindex="-1"><div class="CodeMirror-sizer" style="margin-left: 11px; margin-bottom: 0px; border-right-width: 0px; padding-right: 0px; padding-bottom: 0px;"><div style="position: relative; top: 0px;"><div class="CodeMirror-lines" role="presentation"><div role="presentation" style="position: relative; outline: none;"><div class="CodeMirror-measure"><pre><span>xxxxxxxxxx</span></pre></div><div class="CodeMirror-measure"></div><div style="position: relative; z-index: 1;"></div><div class="CodeMirror-code" role="presentation" style=""><div class="CodeMirror-activeline" style="position: relative;"><div class="CodeMirror-activeline-background CodeMirror-linebackground"></div><div class="CodeMirror-gutter-background CodeMirror-activeline-gutter" style="left: -11px; width: 11px;"></div><div class="CodeMirror-gutter-wrapper CodeMirror-activeline-gutter" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;stdio.h&gt;</span></span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-variable-3">int</span> <span class="cm-def">main</span>()</span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">{</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-variable">printf</span>(<span class="cm-string">"%d"</span>,<span class="cm-number">1</span><span class="cm-operator">/</span><span class="cm-number">0</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-keyword">return</span> <span class="cm-number">0</span>;</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">}</span></pre></div></div></div></div></div><div style="position: absolute; height: 0px; width: 1px; border-bottom: 0px solid transparent; top: 138px;"></div><div class="CodeMirror-gutters" style="height: 138px; left: 0px;"><div class="CodeMirror-gutter CodeMirror-foldgutter"></div></div></div></div></pre><p><span>运行结果:</span></p><p><img src="data:image;base64,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" referrerpolicy="no-referrer"></p><p><span>对应8号信号</span></p><p><img src="data:image;base64,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" referrerpolicy="no-referrer"></p><p><span>当然也可以手动给正在运行的进程发送信号来让进程异常退出</span></p><p><span>例如对这个无限循环进程发送8号信号:</span></p><pre class="md-fences md-end-block ty-contain-cm modeLoaded" spellcheck="false" lang="cpp"><div class="CodeMirror cm-s-inner cm-s-null-scroll CodeMirror-wrap" lang="cpp"><div style="overflow: hidden; position: relative; width: 3px; height: 0px; top: 9.51875px; left: 19px;"><textarea autocorrect="off" autocapitalize="off" spellcheck="false" tabindex="0" style="position: absolute; bottom: -1em; padding: 0px; width: 1000px; height: 1em; outline: none;"></textarea></div><div class="CodeMirror-scrollbar-filler" cm-not-content="true"></div><div class="CodeMirror-gutter-filler" cm-not-content="true"></div><div class="CodeMirror-scroll" tabindex="-1"><div class="CodeMirror-sizer" style="margin-left: 11px; margin-bottom: 0px; border-right-width: 0px; padding-right: 0px; padding-bottom: 0px;"><div style="position: relative; top: 0px;"><div class="CodeMirror-lines" role="presentation"><div role="presentation" style="position: relative; outline: none;"><div class="CodeMirror-measure"><pre><span>xxxxxxxxxx</span></pre></div><div class="CodeMirror-measure"></div><div style="position: relative; z-index: 1;"></div><div class="CodeMirror-code" role="presentation" style=""><div class="CodeMirror-activeline" style="position: relative;"><div class="CodeMirror-activeline-background CodeMirror-linebackground"></div><div class="CodeMirror-gutter-background CodeMirror-activeline-gutter" style="left: -11px; width: 11px;"></div><div class="CodeMirror-gutter-wrapper CodeMirror-activeline-gutter" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;unistd.h&gt;</span></span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;stdio.h&gt;</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-variable-3">int</span> <span class="cm-def">main</span>()</span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">{</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-variable">printf</span>(<span class="cm-string">"PID=%d\n"</span>,<span class="cm-variable">getpid</span>());</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-keyword">while</span>(<span class="cm-number">1</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-keyword">return</span> <span class="cm-number">0</span>;</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">}</span></pre></div></div></div></div></div><div style="position: absolute; height: 0px; width: 1px; border-bottom: 0px solid transparent; top: 184px;"></div><div class="CodeMirror-gutters" style="height: 184px; left: 0px;"><div class="CodeMirror-gutter CodeMirror-foldgutter"></div></div></div></div></pre><p><img 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referrerpolicy="no-referrer"></p><p><strong><font style="color:#fe2c24;background-color:#fef2f0;"><span>结论: 进程出现异常的本质: 进程收到了对应的信号</span></font></strong></p><h2 id='exit函数'><span>exit函数</span></h2><p><img 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" referrerpolicy="no-referrer"></p><p><span>exit的参数status是退出码,因此</span><strong><span>exit函数可以代替main函数的return语句</span></strong><span>,例如以下代码:</span></p><pre class="md-fences md-end-block ty-contain-cm modeLoaded" spellcheck="false" lang="cpp"><div class="CodeMirror cm-s-inner cm-s-null-scroll CodeMirror-wrap" lang="cpp"><div style="overflow: hidden; position: relative; width: 3px; height: 0px; top: 9.51875px; left: 19px;"><textarea autocorrect="off" autocapitalize="off" spellcheck="false" tabindex="0" style="position: absolute; bottom: -1em; padding: 0px; width: 1000px; height: 1em; outline: none;"></textarea></div><div class="CodeMirror-scrollbar-filler" cm-not-content="true"></div><div class="CodeMirror-gutter-filler" cm-not-content="true"></div><div class="CodeMirror-scroll" tabindex="-1"><div class="CodeMirror-sizer" style="margin-left: 11px; margin-bottom: 0px; border-right-width: 0px; padding-right: 0px; padding-bottom: 0px;"><div style="position: relative; top: 0px;"><div class="CodeMirror-lines" role="presentation"><div role="presentation" style="position: relative; outline: none;"><div class="CodeMirror-measure"><pre><span>xxxxxxxxxx</span></pre></div><div class="CodeMirror-measure"></div><div style="position: relative; z-index: 1;"></div><div class="CodeMirror-code" role="presentation" style=""><div class="CodeMirror-activeline" style="position: relative;"><div class="CodeMirror-activeline-background CodeMirror-linebackground"></div><div class="CodeMirror-gutter-background CodeMirror-activeline-gutter" style="left: -11px; width: 11px;"></div><div class="CodeMirror-gutter-wrapper CodeMirror-activeline-gutter" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;stdlib.h&gt;</span></span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-variable-3">int</span> <span class="cm-def">main</span>()</span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">{</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-variable">exit</span>(<span class="cm-number">10</span>);<span class="cm-comment">//等价于return 10;</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">}</span></pre></div></div></div></div></div><div style="position: absolute; height: 0px; width: 1px; border-bottom: 0px solid transparent; top: 115px;"></div><div class="CodeMirror-gutters" style="height: 115px; left: 0px;"><div class="CodeMirror-gutter CodeMirror-foldgutter"></div></div></div></div></pre><p><span>运行结果:</span></p><p><img src="data:image;base64,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" referrerpolicy="no-referrer"></p><h3 id='对比return和exit'><span>对比return和exit</span></h3><p><span>exit函数在任何位置被调用都能退出进程,但只有放在main函数的return才能退出进程</span></p><h3 id='对比exit和exit'><span>对比exit和_exit</span></h3><pre class="md-fences md-end-block ty-contain-cm modeLoaded" spellcheck="false" lang="cpp"><div class="CodeMirror cm-s-inner cm-s-null-scroll CodeMirror-wrap" lang="cpp"><div style="overflow: hidden; position: relative; width: 3px; height: 0px; top: 9.51875px; left: 19px;"><textarea autocorrect="off" autocapitalize="off" spellcheck="false" tabindex="0" style="position: absolute; bottom: -1em; padding: 0px; width: 1000px; height: 1em; outline: none;"></textarea></div><div class="CodeMirror-scrollbar-filler" cm-not-content="true"></div><div class="CodeMirror-gutter-filler" cm-not-content="true"></div><div class="CodeMirror-scroll" tabindex="-1"><div class="CodeMirror-sizer" style="margin-left: 11px; margin-bottom: 0px; border-right-width: 0px; padding-right: 0px; padding-bottom: 0px;"><div style="position: relative; top: 0px;"><div class="CodeMirror-lines" role="presentation"><div role="presentation" style="position: relative; outline: none;"><div class="CodeMirror-measure"><pre><span>xxxxxxxxxx</span></pre></div><div class="CodeMirror-measure"></div><div style="position: relative; z-index: 1;"></div><div class="CodeMirror-code" role="presentation" style=""><div class="CodeMirror-activeline" style="position: relative;"><div class="CodeMirror-activeline-background CodeMirror-linebackground"></div><div class="CodeMirror-gutter-background CodeMirror-activeline-gutter" style="left: -11px; width: 11px;"></div><div class="CodeMirror-gutter-wrapper CodeMirror-activeline-gutter" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;unistd.h&gt;</span></span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;stdio.h&gt;</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;stdlib.h&gt;</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-variable-3">int</span> <span class="cm-def">main</span>()</span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">{</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-variable">printf</span>(<span class="cm-string">"teststring"</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-variable">sleep</span>(<span class="cm-number">1</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-variable">exit</span>(<span class="cm-number">0</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">}</span></pre></div></div></div></div></div><div style="position: absolute; height: 0px; width: 1px; border-bottom: 0px solid transparent; top: 207px;"></div><div class="CodeMirror-gutters" style="height: 207px; left: 0px;"><div class="CodeMirror-gutter CodeMirror-foldgutter"></div></div></div></div></pre><p><span>运行结果:打印了teststring</span></p><p><img src="data:image;base64,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referrerpolicy="no-referrer"></p><pre class="md-fences md-end-block ty-contain-cm modeLoaded" spellcheck="false" lang="cpp"><div class="CodeMirror cm-s-inner cm-s-null-scroll CodeMirror-wrap" lang="cpp"><div style="overflow: hidden; position: relative; width: 3px; height: 0px; top: 9.51875px; left: 19px;"><textarea autocorrect="off" autocapitalize="off" spellcheck="false" tabindex="0" style="position: absolute; bottom: -1em; padding: 0px; width: 1000px; height: 1em; outline: none;"></textarea></div><div class="CodeMirror-scrollbar-filler" cm-not-content="true"></div><div class="CodeMirror-gutter-filler" cm-not-content="true"></div><div class="CodeMirror-scroll" tabindex="-1"><div class="CodeMirror-sizer" style="margin-left: 11px; margin-bottom: 0px; border-right-width: 0px; padding-right: 0px; padding-bottom: 0px;"><div style="position: relative; top: 0px;"><div class="CodeMirror-lines" role="presentation"><div role="presentation" style="position: relative; outline: none;"><div class="CodeMirror-measure"><pre><span>xxxxxxxxxx</span></pre></div><div class="CodeMirror-measure"></div><div style="position: relative; z-index: 1;"></div><div class="CodeMirror-code" role="presentation" style=""><div class="CodeMirror-activeline" style="position: relative;"><div class="CodeMirror-activeline-background CodeMirror-linebackground"></div><div class="CodeMirror-gutter-background CodeMirror-activeline-gutter" style="left: -11px; width: 11px;"></div><div class="CodeMirror-gutter-wrapper CodeMirror-activeline-gutter" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;unistd.h&gt;</span></span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;stdio.h&gt;</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-variable-3">int</span> <span class="cm-def">main</span>()</span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">{</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-variable">printf</span>(<span class="cm-string">"teststring"</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-variable">sleep</span>(<span class="cm-number">1</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-variable">_exit</span>(<span class="cm-number">0</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">}</span></pre></div></div></div></div></div><div style="position: absolute; height: 0px; width: 1px; border-bottom: 0px solid transparent; top: 184px;"></div><div class="CodeMirror-gutters" style="height: 184px; left: 0px;"><div class="CodeMirror-gutter CodeMirror-foldgutter"></div></div></div></div></pre><p><span>运行结果:未打印teststring→printf将teststring写入到缓冲区,但_exit不刷新 I/O 缓冲区</span></p><p><img 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referrerpolicy="no-referrer"></p><p><strong><font style="color:#fe2c24;background-color:#fef2f0;"><span>结论:exit不等同于</span><em><span>exit,因为exit内部会调用</span></em><span>exit,exit会刷新缓冲区,但_exit不会刷新缓冲区,导致缓冲区数据丢失,见下图</span></font></strong></p><p><img 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" referrerpolicy="no-referrer"></p><h2 id='exit系统调用'><span>_exit系统调用</span></h2><p><img src="data:image;base64,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" referrerpolicy="no-referrer"></p><p><em><span>exit和exit不同,</span></em><span>exit是</span><strong><span>Linux提供的系统调用</span></strong><span>,例如以下代码:</span></p><pre class="md-fences md-end-block ty-contain-cm modeLoaded" spellcheck="false" lang="cpp"><div class="CodeMirror cm-s-inner cm-s-null-scroll CodeMirror-wrap" lang="cpp"><div style="overflow: hidden; position: relative; width: 3px; height: 0px; top: 9.51875px; left: 19px;"><textarea autocorrect="off" autocapitalize="off" spellcheck="false" tabindex="0" style="position: absolute; bottom: -1em; padding: 0px; width: 1000px; height: 1em; outline: none;"></textarea></div><div class="CodeMirror-scrollbar-filler" cm-not-content="true"></div><div class="CodeMirror-gutter-filler" cm-not-content="true"></div><div class="CodeMirror-scroll" tabindex="-1"><div class="CodeMirror-sizer" style="margin-left: 11px; margin-bottom: 0px; border-right-width: 0px; padding-right: 0px; padding-bottom: 0px;"><div style="position: relative; top: 0px;"><div class="CodeMirror-lines" role="presentation"><div role="presentation" style="position: relative; outline: none;"><div class="CodeMirror-measure"><pre><span>xxxxxxxxxx</span></pre></div><div class="CodeMirror-measure"></div><div style="position: relative; z-index: 1;"></div><div class="CodeMirror-code" role="presentation" style=""><div class="CodeMirror-activeline" style="position: relative;"><div class="CodeMirror-activeline-background CodeMirror-linebackground"></div><div class="CodeMirror-gutter-background CodeMirror-activeline-gutter" style="left: -11px; width: 11px;"></div><div class="CodeMirror-gutter-wrapper CodeMirror-activeline-gutter" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;stdlib.h&gt;</span></span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;unistd.h&gt;</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-variable-3">int</span> <span class="cm-def">main</span>()</span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">{</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; <span class="cm-variable">_exit</span>(<span class="cm-number">10</span>);<span class="cm-comment">//等价于return 10;</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">}</span></pre></div></div></div></div></div><div style="position: absolute; height: 0px; width: 1px; border-bottom: 0px solid transparent; top: 138px;"></div><div class="CodeMirror-gutters" style="height: 138px; left: 0px;"><div class="CodeMirror-gutter CodeMirror-foldgutter"></div></div></div></div></pre><p><span>运行结果:</span><br/><img src="data:image;base64,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" referrerpolicy="no-referrer"></p><h2 id='exit函数-2'><span>_Exit函数</span></h2><p><em><span>Exit是C语言标准提供的函数,参见[https://legacy.cplusplus.com/reference/cstdlib/</span></em><span>Exit/?kw=</span><em><span>Exit](https://legacy.cplusplus.com/reference/cstdlib/</span></em><span>Exit/?kw=_Exit)网站</span></p><p><span>例如以下代码:</span></p><p><span>Linux:</span></p><pre class="md-fences md-end-block ty-contain-cm modeLoaded" spellcheck="false" lang="cpp"><div class="CodeMirror cm-s-inner cm-s-null-scroll CodeMirror-wrap" lang="cpp"><div style="overflow: hidden; position: relative; width: 3px; height: 0px; top: 9.51875px; left: 19px;"><textarea autocorrect="off" autocapitalize="off" spellcheck="false" tabindex="0" style="position: absolute; bottom: -1em; padding: 0px; width: 1000px; height: 1em; outline: none;"></textarea></div><div class="CodeMirror-scrollbar-filler" cm-not-content="true"></div><div class="CodeMirror-gutter-filler" cm-not-content="true"></div><div class="CodeMirror-scroll" tabindex="-1"><div class="CodeMirror-sizer" style="margin-left: 11px; margin-bottom: 0px; border-right-width: 0px; padding-right: 0px; padding-bottom: 0px;"><div style="position: relative; top: 0px;"><div class="CodeMirror-lines" role="presentation"><div role="presentation" style="position: relative; outline: none;"><div class="CodeMirror-measure"><pre><span>xxxxxxxxxx</span></pre></div><div class="CodeMirror-measure"></div><div style="position: relative; z-index: 1;"></div><div class="CodeMirror-code" role="presentation" style=""><div class="CodeMirror-activeline" style="position: relative;"><div class="CodeMirror-activeline-background CodeMirror-linebackground"></div><div class="CodeMirror-gutter-background CodeMirror-activeline-gutter" style="left: -11px; width: 11px;"></div><div class="CodeMirror-gutter-wrapper CodeMirror-activeline-gutter" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;unistd.h&gt;</span></span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;stdio.h&gt;</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;stdlib.h&gt;</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-variable-3">int</span> <span class="cm-def">main</span>()</span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">{</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-variable">printf</span>(<span class="cm-string">"teststring"</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-variable">sleep</span>(<span class="cm-number">1</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-variable">_Exit</span>(<span class="cm-number">0</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">}</span></pre></div></div></div></div></div><div style="position: absolute; height: 0px; width: 1px; border-bottom: 0px solid transparent; top: 207px;"></div><div class="CodeMirror-gutters" style="height: 207px; left: 0px;"><div class="CodeMirror-gutter CodeMirror-foldgutter"></div></div></div></div></pre><p><span>Linux运行结果:会发现</span><em><span>Exit和</span></em><span>exit一样都不会刷新缓冲区,导致缓冲区数据丢失</span></p><p><img 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referrerpolicy="no-referrer"></p><p><span>Windows:</span></p><pre class="md-fences md-end-block ty-contain-cm modeLoaded" spellcheck="false" lang="cpp"><div class="CodeMirror cm-s-inner cm-s-null-scroll CodeMirror-wrap" lang="cpp"><div style="overflow: hidden; position: relative; width: 3px; height: 0px; top: 9.51875px; left: 19px;"><textarea autocorrect="off" autocapitalize="off" spellcheck="false" tabindex="0" style="position: absolute; bottom: -1em; padding: 0px; width: 1000px; height: 1em; outline: none;"></textarea></div><div class="CodeMirror-scrollbar-filler" cm-not-content="true"></div><div class="CodeMirror-gutter-filler" cm-not-content="true"></div><div class="CodeMirror-scroll" tabindex="-1"><div class="CodeMirror-sizer" style="margin-left: 11px; margin-bottom: 0px; border-right-width: 0px; padding-right: 0px; padding-bottom: 0px;"><div style="position: relative; top: 0px;"><div class="CodeMirror-lines" role="presentation"><div role="presentation" style="position: relative; outline: none;"><div class="CodeMirror-measure"><pre><span>xxxxxxxxxx</span></pre></div><div class="CodeMirror-measure"></div><div style="position: relative; z-index: 1;"></div><div class="CodeMirror-code" role="presentation" style=""><div class="CodeMirror-activeline" style="position: relative;"><div class="CodeMirror-activeline-background CodeMirror-linebackground"></div><div class="CodeMirror-gutter-background CodeMirror-activeline-gutter" style="left: -11px; width: 11px;"></div><div class="CodeMirror-gutter-wrapper CodeMirror-activeline-gutter" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;windows.h&gt;</span><span class="cm-comment">//Sleep函数</span></span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;stdio.h&gt;</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-meta">#include &lt;stdlib.h&gt;</span></span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"><span class="cm-variable-3">int</span> <span class="cm-def">main</span>()</span></pre><div style="position: relative;"><div class="CodeMirror-gutter-wrapper" style="left: -11px;"><div class="CodeMirror-gutter-elt" style="left: 0px; width: 10px;"><div class="CodeMirror-foldgutter-open CodeMirror-guttermarker-subtle"></div></div></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">{</span></pre></div><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-variable">printf</span>(<span class="cm-string">"teststring"</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-variable">Sleep</span>(<span class="cm-number">1000</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;"> &nbsp; &nbsp;<span class="cm-variable">_Exit</span>(<span class="cm-number">0</span>);</span></pre><pre class=" CodeMirror-line " role="presentation"><span role="presentation" style="padding-right: 0.1px;">}</span></pre></div></div></div></div></div><div style="position: absolute; height: 0px; width: 1px; border-bottom: 0px solid transparent; top: 207px;"></div><div class="CodeMirror-gutters" style="height: 207px; left: 0px;"><div class="CodeMirror-gutter CodeMirror-foldgutter"></div></div></div></div></pre><p><span>Dev C++运行结果:</span></p><p><img 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referrerpolicy="no-referrer"></p><p><span>VS2022运行结果:</span></p><p><img 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referrerpolicy="no-referrer"></p><p><strong><font style="color:#fe2c24;background-color:#fef2f0;"><span>结论:_Exit是否刷新缓冲区和编译器的实现有关,这在C11标准中有说明</span></font></strong></p><p><span>implementation-defined指的是实现定义,即由编译器决定</span></p><p><img 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" referrerpolicy="no-referrer"></p><h1 id='4总结本文退出进程的几种方法'><span>4.总结本文退出进程的几种方法</span></h1><p><span>1.return语句退出</span></p><p><span>2.exit函数或_Exit函数退出</span></p><p><span>3._exit系统调用退出</span></p><p>&nbsp;</p></div></div>
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